Abstract
Continuous induction hardening of axi-symmetric steel bodies is analysed. The mathematical model of the process (consisting of two coupled partial differential equations describing the distributions of magnetic and temperature fields) is solved numerically by a fully adaptive higher-order finite element method in the monolithic formulation. All important nonlinearities of the system (magnetic permeability and other material parameters) are respected. The methodology is illustrated by a typical example whose results are discussed.
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